Most antenna length formulas assume the antenna will be operating in either air or a vacuum where the dielectric constant of "space" is equal to 1.
What happens to the length of a half-wave dipole when it is operated in a space with a dielectric constant of 80?
Since the end-to-end capacitance increases with an increased dielectric constant for the medium surrounding an antenna, I'm guessing that an antenna designed for operation in air must be shortened to reduce both its incuctance and end-to-end capacitance to regain the resonance it used to have in air. I just don't know *how much* shorter.
Can somebody "do the math" for me?
Jim
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